Čo má robiť investor v čase pomaly rastúcich úrokových sadzieb?
Predovšetkým by sme si mali situáciu racionálne vyhodnotiť a nerobiť urýchlené závery. Aby sme jedlo ľahšie strávili, rozdelíme si ho na menšie porcie. To sa týka aj duševnej potravy, tak poďme pekne po poriadku, po sústach:
1. vkladové produkty v bankách, bežné účty a termínované vklady
Prvú vec, ktorú si treba uvedomiť, sú veľké rozdiely v úročení vkladových produktov, najmä termínovaných vkladov. Tento fenomén má oveľa väčší vplyv, ako zvýšenie sadzieb zo strany ECB o 0,25 percenta. Napríklad rozdiely v úročení 3-ročných termínovaných vkladov medzi „najlepšou“ a „najhoršou“ bankou sú viac ako 1 percento! Kto vie dnes povedať, či sa tento rozdiel zachová aj v budúcnosti? Navyše, paradoxne, aj keď banky vyplácajú klientom nízke úroky, platia im viac, ako sú sadzby na medzibankovom trhu alebo výnosy štátnych dlhopisov. Inými slovami, ak banka prijme vklad od klienta a neumiestni ho do úverov (nemôže dať všetko do úverov), tak na tomto konkrétnom vklade dnes prerába. Toto nie je štandardná situácia, za normálnych okolností má banka kladnú maržu aj v prípade, že úročenie termínovaného vkladu od klienta porovnáva so sadzbami na medzibankovom trhu alebo so slovenskými štátnymi dlhopismi.
To znamená, že ak ECB aj zvýši sadzby, neznamená to, že banky adekvátne zvýšia úročenie vkladových produktov!
Na nasledujúcom príklade si ukážeme, ako by to mohlo vyzerať v praxi:
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)
Vidíme, že aj keby ECB trikrát zvýšila základnú sadzbu o 0,25 %, čo je celkom o trištvrte percenta, pohyb pri termínovaných vkladoch by bol pravdepodobne minimálny. Samozrejme, nevieme, aký bude výnos ročného štátneho dlhopisu Slovenskej republiky o rok, ale simulovali sme nárast jeho výnosu o 0,85 percenta, teda ešte viac, ako zvýšenie základnej sadzby ECB.
Môj osobný názor je, že ak si dnes niekto uloží peniaze na dvoj- alebo trojročný termínovaný vklad s úrokom 1,0 percenta a viac, bude to lepšia voľba, ako si nechať peniaze na bežnom účte a rok alebo dva čakať na zvýšenie úrokov na termínovaných vkladoch.
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)
Príklad ukazuje, že čakať sa neoplatilo. Osobne si myslím, že o rok alebo o dva sadzby termínovaných vkladov ani nedosiahnu hodnoty, ktoré uvádzam v tejto simulácii.
2. dlhopisy s fixným výnosom (kupónom)
V zásade platí, že čím je dlhopis dlhší a čím má nižší výnos, tým by sme mali byť opatrnejší. Povedzme, že si dnes kúpim 10-ročný slovenský štátny dlhopis s výnosom 1,0 % p.a. To znamená, že najbližších 10 rokov budem každý rok dostávať výnos 1 percento a dlhopis bude splatený v roku 2028. Prenesme sa v čase o 2 roky, bude jar 2020, a budeme bilancovať, či sme urobili dobre. Uvedomme si, že dlhopis bude mať v tom čase ešte 8 rokov do splatnosti. Preto sa budem pozerať, s akými výnosmi sa obchodujú 8-ročné dlhopisy Slovenskej republiky.
V zásade sú tri možnosti:
A. 8-ročné dlhopisy Slovenskej republiky sa budú obchodovať s výnosmi výrazne nižšími ako v čase nákupu (jar 2018). Budem sa tešiť, ako som dobre kúpil, lebo som konzervatívny investor. Dokonca, ak sa rozhodnem dlhopis predať, budem ho predávať so ziskom (za vyššiu cenu, ako som ho kúpil), lebo ak výnosy dlhopisov klesajú, rastie ich cena.
B. 8-ročné dlhopisy Slovenskej republiky sa budú obchodovať s výnosmi približne rovnakými ako v čase nákupu (teda na jar 2018). Budem spokojný, lebo mi plynie výnos, s akým som dlhopis kupoval a aktuálne nie je možné kúpiť podobný dlhopis s vyšším výnosom.
C. 8-ročné dlhopisy Slovenskej republiky sa budú obchodovať s výnosmi výrazne vyššími ako v čase nákupu ( jar 2018). Uvedomím si, že dnes sa dá kúpiť 8-ročný dlhopis Slovenskej republiky s vyšším výnosom, ako som kupoval ja pred dvoma rokmi. Povedzme, že 8-ročné dlhopisy bude Slovenská republika na jar 2020 vydávať s výnosom 2,0 % p.a. Teda ja budem inkasovať 8 rokov o jedno percento nižší výnos, ako má aktuálny dlhopis. Takže za 8 rokov bude rozdiel asi 8 percent. Druhý pohľad je, že môžem dlhopis, ktorý som si kúpil na jar 2018, predať a kúpiť si nový, vyššie úročený dlhopis. Bohužiaľ, rozdielne úročenie investori zohľadnia v cene a logicky budem dlhopis predávať so stratou. Toto riziko podstupujem pri kúpe akéhokoľvek dlhopisu s fixným kupónom a nazýva sa úrokové riziko.
Čím je dlhopis s fixným kupónom dlhší a čím má nižší kupón, tým by sme mali byť opatrnejší. Väčší cenový pohyb môže nastať pri dlhopisoch so splatnosťou 7, 10, 15 alebo aj viac rokov. Dobrý finančný poradca vám vie pomerne presne vypočítať, o koľko môže klesnúť (alebo stúpnuť) cena dlhopisu, ak sa pohnú úrokové sadzby.
Pri dlhopisoch s krátkou splatnosťou – do 3 alebo 4 rokov – je úrokové riziko pomerne malé. Pri očakávanom postupnom a pomalom zvyšovaní sadzieb bude investícia do takéhoto dlhopisu s vysokou pravdepodobnosťou lepšia, ako nechať peniaze na bežnom účte a čakať s investíciou rok alebo dva. Mierne zvýšenie výnosov vám nevykompenzuje stratu z rozdielu medzi úročením dlhopisu a bežného účtu. Princíp je rovnaký ako v príklade, ktorý sme uvádzali vyššie, pri termínovaných vkladoch.
Ponúka sa pomerne optimistický záver – postupné zvyšovanie sadzieb bude znamenať, že ekonomika sa dostáva do normálu a kríza je definitívne za nami. To je dobrá správa. Takisto je nádej, že v budúcnosti by sme mohli pri investíciách s fixným výnosom dosiahnuť o niečo lepšie výnosy.
Ale ak uvažujeme nad investíciou so splatnosťou do 3 – 4 rokov s vyšším výnosom, neoplatí sa čakať v nízkoúročených produktoch. Lepšie je investovať dnes.
Autor: Mgr. Michal Staňo, riaditeľ Odboru treasury